RTModel
Real-Time Microlensing Modeling
by Valerio Bozza
GD220bpl
Binary
Binary lens models with parallax and orbital motion
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Model O1 χ2=7157.09 s=3.07526±0.0602699 q=0.333847±0.019046 u0=-0.27501±0.0150608 α=2.77357±0.0147211 ρ*=0.0321725±0.00382895 tE=77.5134±1.84516 t0=9817.95±0.247551 πE,N=-0.350135±0.0106343 πE,E=0.236546±0.0111938 (ds/dt)/s= -7 8.94241 10±0.000204388 dα/dt=-0.0000109711±0.000155901 w3= -7 1. 10±0.00279602 |
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Model O2 χ2=7503.1 s=4.0552±0.158833 q=0.316498±0.00388947 u0=-0.324051±0.010703 α=2.90453±0.0105212 ρ*=0.0603835±0.00618686 tE=58.9158±2.66851 t0=9818.62±0.340019 πE,N=-0.425398±0.014174 πE,E=0.290939±0.0162267 (ds/dt)/s= -6 2.30434 10±0.0000115131 dα/dt= -7 -4.73054 10±0.0000909792 w3= -6 9.09545 10±0.00424424 |
Binary lens models with parallax
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Model X1 χ2=7159.24 s=3.07487±0.0522228 q=0.333821±0.00584701 u0=-0.275273±0.0083879 α=2.77383±0.00805995 ρ*=0.0332987±0.00330301 tE=77.5056±1.66887 t0=9817.92±0.617233 πE,N=-0.350172±0.00971443 πE,E=0.236347±0.00735629 |
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Model X2 χ2=7509.34 s=4.0552±0.044891 q=0.31651±0.00413525 u0=-0.323783±0.00699242 α=2.90478±0.00632516 ρ*=0.0601382±0.000729246 tE=58.9095±0.632638 t0=9818.6±0.310931 πE,N=-0.425128±0.00758994 πE,E=0.290831±0.00901651 |
Binary source model with parallax
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Model BX χ2=19723.3 tE=65.074±29.1833 FR=1.16444±3.20593 u1=0.567231±0.244918 u2=3.±2.24984 t1=9761.94±11.8724 t2=9720.19±82.041 πE,N=1.34835±0.753813 πE,E=-1.84853±1.06094 |